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\(L_p [0,1] \setminus \underset {q>p} \bigcup L_q [0,1]\) is spaceable for every \(p > 0\) - MaRDI portal

\(L_p [0,1] \setminus \underset {q>p} \bigcup L_q [0,1]\) is spaceable for every \(p > 0\) (Q417411)

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scientific article; zbMATH DE number 6034430
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English
\(L_p [0,1] \setminus \underset {q>p} \bigcup L_q [0,1]\) is spaceable for every \(p > 0\)
scientific article; zbMATH DE number 6034430

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    \(L_p [0,1] \setminus \underset {q>p} \bigcup L_q [0,1]\) is spaceable for every \(p > 0\) (English)
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    14 May 2012
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    lineability
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    spaceability
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    \(L_p\)-spaces
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    quasi-Banach spaces
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